For a semilinear functional differential inclusion of the form y'(t) \in Ay(t)+ f(t, xt) satisfying a dissipativity condition in a separable Banach space we prove the existence of a periodic solution and a global compact attractor.
On some properties of dissipative functional differential inclusions in a Banach space / V. Obukhovski; P. Zecca. - In: TOPOLOGICAL METHODS IN NONLINEAR ANALYSIS. - ISSN 1230-3429. - STAMPA. - 15:(2000), pp. 369-384.
On some properties of dissipative functional differential inclusions in a Banach space
ZECCA, PIETRO
2000
Abstract
For a semilinear functional differential inclusion of the form y'(t) \in Ay(t)+ f(t, xt) satisfying a dissipativity condition in a separable Banach space we prove the existence of a periodic solution and a global compact attractor.File in questo prodotto:
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